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Simply 3D

Math for computer graphics, made simple (by Andy)

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Simply 3D | simply3d.wordpress.com Reviews
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Math for computer graphics, made simple (by Andy)
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5 polygonal models
6 transformations
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10 archives
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Simply 3D | simply3d.wordpress.com Reviews

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Math for computer graphics, made simple (by Andy)

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1

Perspective projection: part 2 – Z is special « Simply 3D

https://simply3d.wordpress.com/2009/05/30/perspective-projection-part-2-z-is-special

Math for computer graphics, made simple. Laquo; Perspective projection: part 1. Perspective projection: part 3. Perspective projection: part 2 – Z is special. On May 30, 2009. In part one, we found the formula that will project the x. Components of a 3D point onto the view plane, and map the resulting values into the range [-1, 1]. Z. Is different, and a bit tricky. The reason it is different is intrinsic in what. Dimension, so that we can render on a display that only has x. By z –. Give us a way to emb...

2

2009 May « Simply 3D

https://simply3d.wordpress.com/2009/05

Math for computer graphics, made simple. Archive for May, 2009. Perspective projection: part 3. On May 30, 2009. We derived formulas for projecting a 3d point onto the view plane, with values mapped into clip space, and depth information correctly preserved. Now we’re ready to take everything we know about vector/matrix multiplication. And compose the perspective projection matrix. Let’s begin by recapping those formulas. zNear. Is the z value of the near plane (also called d. In previous posts). zFar.

3

2009 June « Simply 3D

https://simply3d.wordpress.com/2009/06

Math for computer graphics, made simple. Archive for June, 2009. In pursuit of a good 3D model representation. On June 13, 2009. Directly concerned with those hardware-ready formats. Let’s start with the basics. At minimum, a polygonal model consists of:. A set of points in 3d space, called vertices. Relationships or connections between those points, which organize them into polygons, called faces. As soon as we try to associate a normal with a vertex, and to figure out which face normals should contribu...

4

Perspective projection: part 3 « Simply 3D

https://simply3d.wordpress.com/2009/05/30/perspective-projection-part-3

Math for computer graphics, made simple. Laquo; Perspective projection: part 2 – Z is special. In pursuit of a good 3D model representation. Perspective projection: part 3. On May 30, 2009. We derived formulas for projecting a 3d point onto the view plane, with values mapped into clip space, and depth information correctly preserved. Now we’re ready to take everything we know about vector/matrix multiplication. And compose the perspective projection matrix. Is the z value of the near plane (also called d.

5

In pursuit of a good 3D model representation « Simply 3D

https://simply3d.wordpress.com/2009/06/13/in-pursuit-of-a-good-3d-model-representation

Math for computer graphics, made simple. Laquo; Perspective projection: part 3. In pursuit of a good 3D model representation. On June 13, 2009. Directly concerned with those hardware-ready formats. Let’s start with the basics. At minimum, a polygonal model consists of:. A set of points in 3d space, called vertices. Relationships or connections between those points, which organize them into polygons, called faces. As soon as we try to associate a normal with a vertex, and to figure out which face normals ...

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Math for computer graphics, made simple. In pursuit of a good 3D model representation. On June 13, 2009. Directly concerned with those hardware-ready formats. Let’s start with the basics. At minimum, a polygonal model consists of:. A set of points in 3d space, called vertices. Relationships or connections between those points, which organize them into polygons, called faces. A list of vertices. each vertex can be represented by a 3d vector that gives its position in space, relative to origin 0, 0, 0.

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